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You Math Smart? Problem -- Two Guns

gravity never really "takes over". no one wins, the fundamental law of Conservation of Energy says that all of the energy in a system remains in that system, it is simply transformed.

If we shot the bullet straight up in the air,(remember we are ignoring the effects of friction, which eliminates airdrag) when it comes back down, at the height at which it was shot, it will have EXACTLY the same velocity as when it was fired.

There are two forms of energy in a frictionless problem such as this. Potential and Kinetic. If we considered friction, we would have to consider the energy lost in the form of Heat. Kinetic energy is transformed in to Potential as the bullet rises and gravity causes the bullet to accelerate 9.8m/s/s in the opposite direction. Once all of the energy becomes Potential, the bullet will stop and begin it's decent toward the source of the accelration(earth's gravity).

When a sniper shoots "high" he is accounting for the effects of the vertical gravity. but the horizontal velocity never changes until the bullet actually strikes something, and at that point the energy is transformed to heat, and fucking up it's victim.

but when homey blows his brains out, we don't have to consider it because we are looking at the horizontal component of the bullets motion.We could actually ignore the wind too because the magnitude of it's velocity is significantly less that that off the bullet.
 
ok. i'm done.
fist,
the education stuff was for longhorn. just trying to create a pun from his name. i'm not trying to play smarter than thou and shit. i don't want to piss anyone off. i'm just having fun with my knowledge of physics, as a matter of fact when THeMaCHinE finally comes back, he'll probalby prove us ALL wrong.

both of you guys are right and i was just picking at insignificant details. i didn't mean to imply that i felt i was better than anyone else here, like i said, i was just dorking around.
sorry.
 
Travelling at exactly the same speed, the bullet fired from the gun closest to the head will hit first, which would be the left. Barrel length is irrelevant as the bulled is not fired until it leave the barrel, not when the trigger is pulled. It therefore leaves the gun at the same speed and the closest will hit first. Gravity is irrelevant over such a short space and with two bullets of equal mass. The only way gravity could effect the speed with no resistance as it stated is if the bullets were not fired at the same angle ie. one upwards and one downwards. However it states both guns are pointed at each side of his head, meaning they are both parallel to the floor.
 
I'm not going to work out the math problem here but note that both guns fire bullets that travel incredibly slow.
672 fpm = 11.2 feet per second or about 3.42 metres per second or 12.3 kilometres per hour...

You could throw a bullet faster than that...
So I guess the question is irrelevant because any bullet travelling so slowly would hardly leave a bruise on him anyways... (unless of course we're talking about depleted plutonium tipped super high explosive blow your friggin head off kinda bullets :D )

hardainer (being a real smartass right from the get go)
 
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